• 双周三学术报告会:Operator Theory on Tent Spaces

  • 发布时间:2015-11-13      访问次数:290
  • 报告题目:Operator Theory on Tent Spaces

    报 告 人:黄益 博士 

    时    间:2015年11月18日(周三)下午14:00

    地    点:行健楼学术活动室I(K2-526)

    Abstract:We give a Calder\'on-Zygmund type machinery concerning the extrapolation theory for the singular integral operators on tent spaces. For maximal regularity operators on tent space,

    we give some optimal results by exploiting the structure of convolution integral operators 
    and by using the off-diagonal decay estimates of the underlying semigroup or resolvent family.

    We apply the previous harmonic and functional analysis techniques to estimate on tent spaces certain evolutionary integral operators arisen from the study of boundary value elliptic problems and first order non-autonomous systems.